- 7 Sections
- 56 Lessons
- 12 Weeks
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- Relations and FunctionsUnit-I: Relations and Functions5
- Inverse Trigonometric FunctionsUnit-I: Relations and Functions3
- MatricesUnit-II: Algebra13
- 4.1Concept – LC
- 4.1Notation – LC
- 4.1Order – LC
- 4.1Equality – LC
- 4.1Types of Matrices – LC
- 4.1Zero and Identity Matrix – LC
- 4.1Transpose of a Matrix – LC
- 4.1Symmetric and skew Symmetric Matrices – LC
- 4.1Operation on Matrices – LC
- 4.1Simple properties of addition- LC
- 4.1Multiplication and Scalar Multiplication- LC
- 4.1Noncommutativity of multiplication of matrices- LC
- 4.1Invertible matrices- LC
- DeterminantsUnit-II: Algebra4
- Continuity and DifferentiabilityUnit-III: Calculus10
- 6.1Continuity and differentiability- LC
- 6.1Derivative of composite functions- LC
- 6.1Chain rule- LC
- 6.1Derivative of inverse trigonometric functions- LC
- 6.1Derivative of implicit functions- LC
- 6.1Concept of exponential and logarithmic functions- LC
- 6.1Derivatives of logarithmic and exponential functions- LC
- 6.1Logarithmic differentiation- LC
- 6.1Derivative of functions expressed in parametric forms- LC
- 6.1Second order derivatives- LC
- Applications of DerivativesUnit-III: Calculus12
- 7.1Increasing/decreasing functions- LC -1
- 7.2Increasing/decreasing functions- LC -2
- 7.3Increasing/decreasing functions- LC -3
- 7.4Tangents and Normals- LC – 1
- 7.5Tangents and Normals- LC – 2
- 7.6Tangents and Normals- LC – 3
- 7.7Maxima and Minima- LC – 1
- 7.8Maxima and Minima- LC – 2
- 7.9Maxima and Minima- LC – 2
- 7.10Maxima and Minima- LC – 4
- 7.11Simple problems- LC – 1
- 7.12Simple problems- LC – 2
- Linear ProgrammingUnit-V: Linear Programming9
- 8.1Introduction- LC
- 8.1Related terminology such as constraints- LC
- 8.1Objective function- LC
- 8.1Optimization- LC
- 8.1Different types of linear programming (L.P.) problems- LC
- 8.1Graphical method of solution for problems in two variables- LC
- 8.1Feasible and Infeasible regions- LC
- 8.1Feasible and infeasible solutions- LC
- 8.1Optimal feasible solutions- LC
Feasible and infeasible solutions- LC
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